geo_angle()
Applies to: ✅ Microsoft Fabric ✅ Azure Data Explorer ✅ Azure Monitor ✅ Microsoft Sentinel
Calculates clockwise angle in radians between two lines on Earth. The first line is [point1, point2] and the second line is [point2, point3].
Syntax
geo_angle(
p1_longitude,
p1_latitude,
p2_longitude,
p2_latitude,
p3_longitude,
p3_latitude)
Learn more about syntax conventions.
Parameters
Name | Type | Required | Description |
---|---|---|---|
p1_longitude | real |
✔️ | The longitude value in degrees of the first geospatial coordinate. A valid value is in the range [-180, +180]. |
p1_latitude | real |
✔️ | The latitude value in degrees of the first geospatial coordinate. A valid value is in the range [-90, +90]. |
p2_longitude | real |
✔️ | The longitude value in degrees of the second geospatial coordinate. A valid value is in the range [-180, +180]. |
p2_latitude | real |
✔️ | The latitude value in degrees of the second geospatial coordinate. A valid value is in the range [-90, +90]. |
p3_longitude | real |
✔️ | The longitude value in degrees of the second geospatial coordinate. A valid value is in the range [-180, +180]. |
p3_latitude | real |
✔️ | The latitude value in degrees of the second geospatial coordinate. A valid value is in the range [-90, +90]. |
Returns
An angle in radians in range [0, 2pi) between two lines [p1, p2] and [p2, p3]. The angle is measured CW from the first line to the Second line.
Note
- The geospatial coordinates are interpreted as represented by the WGS-84 coordinate reference system.
- The geodetic datum used to measure distance on Earth is a sphere. Line edges are geodesics on the sphere.
- If the coordinates are invalid, the query will produce a null result.
- If point1 is equal to point2, the query will produce a null result.
- If point2 is equal to point3, the query will produce a null result.
- If point1 and point2 are antipodal, the query will produce a null result.
- If point2 and point3 are antipodal, the query will produce a null result.
Examples
The following example calculates the angle in radians.
print angle_in_radians = geo_angle(0, 10, 0,5, 3,-10)
Output
angle_in_radians |
---|
2.94493843406882 |
The following example calculates the angle in degrees.
let angle_in_radians = geo_angle(0, 10, 0,5, 3,-10);
print angle_in_degrees = degrees(angle_in_radians)
Output
angle_in_degrees |
---|
168.732543198009 |
The following example returns null because 1st point equals to 2nd point.
print is_null = isnull(geo_angle(0, 10, 0, 10, 3, -10))
Output
is_null |
---|
True |